{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.ticker as mticker\n",
    "from cnmaps import get_adm_maps,draw_maps\n",
    "from cartopy.mpl.ticker import LongitudeFormatter, LatitudeFormatter\n",
    "import cartopy.crs as ccrs\n",
    "from cartopy.mpl.gridliner import LONGITUDE_FORMATTER, LATITUDE_FORMATTER\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Unnamed: 0</th>\n",
       "      <th>name</th>\n",
       "      <th>land</th>\n",
       "      <th>offland</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>BOLAVEN</td>\n",
       "      <td>[125.9, 9.4]</td>\n",
       "      <td>[125.46, 9.4]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1</td>\n",
       "      <td>BOLAVEN</td>\n",
       "      <td>[123.3, 9.34]</td>\n",
       "      <td>[122.68, 9.309]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2</td>\n",
       "      <td>BOLAVEN</td>\n",
       "      <td>[118.696, 9.684]</td>\n",
       "      <td>[118.462, 9.723]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0</td>\n",
       "      <td>SANBA</td>\n",
       "      <td>[126.204, 9.012]</td>\n",
       "      <td>[125.484, 9.102]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1</td>\n",
       "      <td>SANBA</td>\n",
       "      <td>[118.148, 9.056]</td>\n",
       "      <td>[117.77, 9.14]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>0</td>\n",
       "      <td>EWINIAR</td>\n",
       "      <td>[110.998, 19.972]</td>\n",
       "      <td>[110.986, 20.004]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>1</td>\n",
       "      <td>EWINIAR</td>\n",
       "      <td>[110.494, 20.5]</td>\n",
       "      <td>[110.234, 20.33]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>2</td>\n",
       "      <td>EWINIAR</td>\n",
       "      <td>[110.3, 20.0]</td>\n",
       "      <td>[110.902, 20.002]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>3</td>\n",
       "      <td>EWINIAR</td>\n",
       "      <td>[111.85, 21.675]</td>\n",
       "      <td>[114.445, 22.595]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>0</td>\n",
       "      <td>GAEMI</td>\n",
       "      <td>[120.275, 22.83]</td>\n",
       "      <td>[121.43, 23.292]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>1</td>\n",
       "      <td>GAEMI</td>\n",
       "      <td>[128.096, 26.736]</td>\n",
       "      <td>[128.352, 26.832]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>0</td>\n",
       "      <td>MARIA</td>\n",
       "      <td>[119.714, 26.427]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>0</td>\n",
       "      <td>SON-TINH</td>\n",
       "      <td>[110.508, 18.856]</td>\n",
       "      <td>[108.69, 18.746]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>1</td>\n",
       "      <td>SON-TINH</td>\n",
       "      <td>[105.633, 18.894]</td>\n",
       "      <td>[105.94, 19.93]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>2</td>\n",
       "      <td>SON-TINH</td>\n",
       "      <td>[108.675, 18.925]</td>\n",
       "      <td>[109.772, 19.958]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>3</td>\n",
       "      <td>SON-TINH</td>\n",
       "      <td>[110.049, 20.332]</td>\n",
       "      <td>[110.336, 20.78]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>4</td>\n",
       "      <td>SON-TINH</td>\n",
       "      <td>[110.376, 21.172]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>0</td>\n",
       "      <td>AMPIL</td>\n",
       "      <td>[128.068, 26.532]</td>\n",
       "      <td>[127.942, 26.658]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>1</td>\n",
       "      <td>AMPIL</td>\n",
       "      <td>[121.82, 31.69]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>0</td>\n",
       "      <td>JONGDARI</td>\n",
       "      <td>[136.525, 34.626]</td>\n",
       "      <td>[135.2, 34.75]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>1</td>\n",
       "      <td>JONGDARI</td>\n",
       "      <td>[134.096, 34.658]</td>\n",
       "      <td>[131.446, 33.988]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>2</td>\n",
       "      <td>JONGDARI</td>\n",
       "      <td>[131.05, 33.7]</td>\n",
       "      <td>[130.3, 33.0]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>3</td>\n",
       "      <td>JONGDARI</td>\n",
       "      <td>[130.188, 32.832]</td>\n",
       "      <td>[130.132, 32.748]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>4</td>\n",
       "      <td>JONGDARI</td>\n",
       "      <td>[121.312, 30.741]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>0</td>\n",
       "      <td>YAGI</td>\n",
       "      <td>[121.5, 28.3]</td>\n",
       "      <td>[118.432, 37.952]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>1</td>\n",
       "      <td>YAGI</td>\n",
       "      <td>[119.225, 37.135]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>0</td>\n",
       "      <td>LEEPI</td>\n",
       "      <td>[131.52, 32.14]</td>\n",
       "      <td>[130.098, 33.595]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>1</td>\n",
       "      <td>LEEPI</td>\n",
       "      <td>[129.234, 35.426]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>0</td>\n",
       "      <td>BEBINCA</td>\n",
       "      <td>[110.636, 19.246]</td>\n",
       "      <td>[111.002, 19.985]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>1</td>\n",
       "      <td>BEBINCA</td>\n",
       "      <td>[112.081, 21.765]</td>\n",
       "      <td>[111.3, 21.472]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>2</td>\n",
       "      <td>BEBINCA</td>\n",
       "      <td>[110.348, 20.736]</td>\n",
       "      <td>[109.787, 20.634]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>31</th>\n",
       "      <td>3</td>\n",
       "      <td>BEBINCA</td>\n",
       "      <td>[105.743, 19.481]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32</th>\n",
       "      <td>0</td>\n",
       "      <td>RUMBIA</td>\n",
       "      <td>[121.426, 30.805]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33</th>\n",
       "      <td>0</td>\n",
       "      <td>SOULIK</td>\n",
       "      <td>[126.41, 34.68]</td>\n",
       "      <td>[129.188, 37.464]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34</th>\n",
       "      <td>0</td>\n",
       "      <td>CIMARON</td>\n",
       "      <td>[134.597, 33.779]</td>\n",
       "      <td>[134.624, 34.016]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>35</th>\n",
       "      <td>1</td>\n",
       "      <td>CIMARON</td>\n",
       "      <td>[134.711, 34.799]</td>\n",
       "      <td>[134.81, 35.69]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>36</th>\n",
       "      <td>0</td>\n",
       "      <td>JEBI</td>\n",
       "      <td>[134.504, 33.708]</td>\n",
       "      <td>[134.648, 33.996]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37</th>\n",
       "      <td>1</td>\n",
       "      <td>JEBI</td>\n",
       "      <td>[135.032, 34.764]</td>\n",
       "      <td>[135.466, 35.623]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>38</th>\n",
       "      <td>0</td>\n",
       "      <td>MANGKHUT</td>\n",
       "      <td>[122.179, 18.013]</td>\n",
       "      <td>[120.55, 18.16]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39</th>\n",
       "      <td>1</td>\n",
       "      <td>MANGKHUT</td>\n",
       "      <td>[112.3, 21.8]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>40</th>\n",
       "      <td>0</td>\n",
       "      <td>BARIJAT</td>\n",
       "      <td>[110.514, 21.288]</td>\n",
       "      <td>[109.115, 21.6]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>41</th>\n",
       "      <td>1</td>\n",
       "      <td>BARIJAT</td>\n",
       "      <td>[108.304, 21.608]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>42</th>\n",
       "      <td>0</td>\n",
       "      <td>TRAMI</td>\n",
       "      <td>[135.272, 33.806]</td>\n",
       "      <td>[136.52, 34.69]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>43</th>\n",
       "      <td>1</td>\n",
       "      <td>TRAMI</td>\n",
       "      <td>[136.84, 34.93]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>44</th>\n",
       "      <td>0</td>\n",
       "      <td>KONG-REY</td>\n",
       "      <td>[128.307, 34.907]</td>\n",
       "      <td>[129.434, 36.034]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>45</th>\n",
       "      <td>0</td>\n",
       "      <td>YUTU</td>\n",
       "      <td>[122.4, 16.8]</td>\n",
       "      <td>[120.366, 16.719]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>46</th>\n",
       "      <td>0</td>\n",
       "      <td>TORAJI</td>\n",
       "      <td>[109.09, 11.6]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>47</th>\n",
       "      <td>0</td>\n",
       "      <td>USAGI</td>\n",
       "      <td>[125.629, 11.178]</td>\n",
       "      <td>[124.408, 11.104]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>48</th>\n",
       "      <td>1</td>\n",
       "      <td>USAGI</td>\n",
       "      <td>[123.992, 10.896]</td>\n",
       "      <td>[123.896, 10.848]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>49</th>\n",
       "      <td>2</td>\n",
       "      <td>USAGI</td>\n",
       "      <td>[123.448, 10.624]</td>\n",
       "      <td>[122.712, 10.471]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50</th>\n",
       "      <td>3</td>\n",
       "      <td>USAGI</td>\n",
       "      <td>[119.46, 10.33]</td>\n",
       "      <td>[119.06, 10.38]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>51</th>\n",
       "      <td>4</td>\n",
       "      <td>USAGI</td>\n",
       "      <td>[106.938, 10.424]</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    Unnamed: 0      name               land            offland\n",
       "0            0   BOLAVEN       [125.9, 9.4]      [125.46, 9.4]\n",
       "1            1   BOLAVEN      [123.3, 9.34]    [122.68, 9.309]\n",
       "2            2   BOLAVEN   [118.696, 9.684]   [118.462, 9.723]\n",
       "3            0     SANBA   [126.204, 9.012]   [125.484, 9.102]\n",
       "4            1     SANBA   [118.148, 9.056]     [117.77, 9.14]\n",
       "5            0   EWINIAR  [110.998, 19.972]  [110.986, 20.004]\n",
       "6            1   EWINIAR    [110.494, 20.5]   [110.234, 20.33]\n",
       "7            2   EWINIAR      [110.3, 20.0]  [110.902, 20.002]\n",
       "8            3   EWINIAR   [111.85, 21.675]  [114.445, 22.595]\n",
       "9            0     GAEMI   [120.275, 22.83]   [121.43, 23.292]\n",
       "10           1     GAEMI  [128.096, 26.736]  [128.352, 26.832]\n",
       "11           0     MARIA  [119.714, 26.427]                NaN\n",
       "12           0  SON-TINH  [110.508, 18.856]   [108.69, 18.746]\n",
       "13           1  SON-TINH  [105.633, 18.894]    [105.94, 19.93]\n",
       "14           2  SON-TINH  [108.675, 18.925]  [109.772, 19.958]\n",
       "15           3  SON-TINH  [110.049, 20.332]   [110.336, 20.78]\n",
       "16           4  SON-TINH  [110.376, 21.172]                NaN\n",
       "17           0     AMPIL  [128.068, 26.532]  [127.942, 26.658]\n",
       "18           1     AMPIL    [121.82, 31.69]                NaN\n",
       "19           0  JONGDARI  [136.525, 34.626]     [135.2, 34.75]\n",
       "20           1  JONGDARI  [134.096, 34.658]  [131.446, 33.988]\n",
       "21           2  JONGDARI     [131.05, 33.7]      [130.3, 33.0]\n",
       "22           3  JONGDARI  [130.188, 32.832]  [130.132, 32.748]\n",
       "23           4  JONGDARI  [121.312, 30.741]                NaN\n",
       "24           0      YAGI      [121.5, 28.3]  [118.432, 37.952]\n",
       "25           1      YAGI  [119.225, 37.135]                NaN\n",
       "26           0     LEEPI    [131.52, 32.14]  [130.098, 33.595]\n",
       "27           1     LEEPI  [129.234, 35.426]                NaN\n",
       "28           0   BEBINCA  [110.636, 19.246]  [111.002, 19.985]\n",
       "29           1   BEBINCA  [112.081, 21.765]    [111.3, 21.472]\n",
       "30           2   BEBINCA  [110.348, 20.736]  [109.787, 20.634]\n",
       "31           3   BEBINCA  [105.743, 19.481]                NaN\n",
       "32           0    RUMBIA  [121.426, 30.805]                NaN\n",
       "33           0    SOULIK    [126.41, 34.68]  [129.188, 37.464]\n",
       "34           0   CIMARON  [134.597, 33.779]  [134.624, 34.016]\n",
       "35           1   CIMARON  [134.711, 34.799]    [134.81, 35.69]\n",
       "36           0      JEBI  [134.504, 33.708]  [134.648, 33.996]\n",
       "37           1      JEBI  [135.032, 34.764]  [135.466, 35.623]\n",
       "38           0  MANGKHUT  [122.179, 18.013]    [120.55, 18.16]\n",
       "39           1  MANGKHUT      [112.3, 21.8]                NaN\n",
       "40           0   BARIJAT  [110.514, 21.288]    [109.115, 21.6]\n",
       "41           1   BARIJAT  [108.304, 21.608]                NaN\n",
       "42           0     TRAMI  [135.272, 33.806]    [136.52, 34.69]\n",
       "43           1     TRAMI    [136.84, 34.93]                NaN\n",
       "44           0  KONG-REY  [128.307, 34.907]  [129.434, 36.034]\n",
       "45           0      YUTU      [122.4, 16.8]  [120.366, 16.719]\n",
       "46           0    TORAJI     [109.09, 11.6]                NaN\n",
       "47           0     USAGI  [125.629, 11.178]  [124.408, 11.104]\n",
       "48           1     USAGI  [123.992, 10.896]  [123.896, 10.848]\n",
       "49           2     USAGI  [123.448, 10.624]  [122.712, 10.471]\n",
       "50           3     USAGI    [119.46, 10.33]    [119.06, 10.38]\n",
       "51           4     USAGI  [106.938, 10.424]                NaN"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df=pd.read_csv('./landpoint.csv')\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1600x900 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "box1 = [70,140,0,50]\n",
    "fig=plt.figure(figsize=(16,9))\n",
    "ax=fig.subplots(1,1,subplot_kw={'projection':ccrs.PlateCarree()})\n",
    "ax.coastlines('50m')\n",
    "ax.set_extent(box1)\n",
    "# 坐标轴\n",
    "## 标注坐标轴\n",
    "ax.set_extent(box1,crs=ccrs.PlateCarree())\n",
    "ax.set_xticks(np.arange(box1[0], box1[1] + 5, 5), crs=ccrs.PlateCarree())\n",
    "ax.set_yticks(np.arange(box1[2], box1[3] + 5, 5), crs=ccrs.PlateCarree())\n",
    "## 经纬度格式，把0经度设置不加E和W\n",
    "lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "lat_formatter = LatitudeFormatter()\n",
    "ax.gridlines(xlocs=np.arange(box1[0], box1[1] + 10, 10), ylocs=np.arange(box1[2], box1[3] + 10, 10), linestyle=':', linewidth=0.3, x_inline=False, y_inline=False, color='k')\n",
    "ax.xaxis.set_major_formatter(lon_formatter)\n",
    "ax.yaxis.set_major_formatter(lat_formatter)\n",
    "\n",
    "for name_i,z_i in zip(df['name'],df['land']):\n",
    "    lon=float(z_i.replace('[','').replace(']','').split(',')[0])\n",
    "    lat=float(z_i.replace('[','').replace(']','').split(',')[1])\n",
    "    plt.text(lon,lat,'+',color='red',ha='center',va='center',transform=ccrs.PlateCarree())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3.10.4 ('py310')",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.4"
  },
  "orig_nbformat": 4,
  "vscode": {
   "interpreter": {
    "hash": "1af7d1ae3c55d82bbda2a5569c7a9f2f2d33ff4c43dd1c666120ac4867346c8c"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
